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0:06:38
Let a_1=1; and a_n=n(a_(n-1)+1) for n=2,P_n=(1+1/a_1 )(1+1/a_2 )……….(1+1/a_n ), lim_(n→∞) P_n is
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Number of Onto Functions l Derangements l IITJEE Advanced
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Oxford University 2021 Maths & Computer Science l Praveen Vijay l Problem Solving
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Indeterminate Forms: IITJEE Advanced l Mains l KVPY l BITSAT l Engineering Entrance Exams l CBSE l
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Indeterminate Forms.Understanding concepts of dividing any infinity by infinity.
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AITS PARTE TEST PAPER 1 Q42
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The number of triangles the four lines y = x + 3, y = 2x + 3,y = 3x + 2,` and `y + x = 3`form is
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Angle Bisector
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Area of a Triangle
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Angle Subtended same chord are equal
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Area of a Parallelogram
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If p and be the distances of origin from the lines and , then Perpendicular Distance
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Incenter l The incenter of a triangle is determined by
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Prove that the product of the length of the perpendicular seg from the foci on tangent to ellipse
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Fractional Part l Animated Videos l IITJEE l KVPY l SAT l Olympiads l
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Register for IITJEE l Advanced l Mains I KVPY l Olympiads l Demonstration Animated Video Class
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The value of limx→0[sinx/x] is (where [.] denotes greatest integer function)
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IITJEE 2020 l Mains CITY Topper I Chennai I Jai Murekhar
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y=(ax2+6x-8)/ (a+6x-8x2)?find the interval of 'a' such that it is a real valued function and onto
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Let f(x)=x^2+ax+b and f(x)=x^2+cx+d be two distinct polynomials with real coefficients such that
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Inverse Function Properties l Will inverse functions, and functions always meet at the line y=x?
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LOCUS OF A SLIDING STICK
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The function defined by has an inverse, and the inverse is defined for all real numbers. Find k
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BILLIARD BOARD l PUZZLE l From the right angled pocket of a triangular pool table whose pockets ,
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